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APSC CCE Prelims (Paper 2) Mock Test - 6 - APSC CCE (Assam) MCQ


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30 Questions MCQ Test - APSC CCE Prelims (Paper 2) Mock Test - 6

APSC CCE Prelims (Paper 2) Mock Test - 6 for APSC CCE (Assam) 2024 is part of APSC CCE (Assam) preparation. The APSC CCE Prelims (Paper 2) Mock Test - 6 questions and answers have been prepared according to the APSC CCE (Assam) exam syllabus.The APSC CCE Prelims (Paper 2) Mock Test - 6 MCQs are made for APSC CCE (Assam) 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for APSC CCE Prelims (Paper 2) Mock Test - 6 below.
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APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 1

Select a suitable figure from the Answer Figures that would replace the question mark (?). 

Problem Figures:                            Answer Figures:

    (A)     (B)      (C)     (D)      

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 1

The half-shaded leaf rotates 135oACW and the unshaded leaf rotates 135oCW.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 2

A, B and C together earn Rs.300 per day, while A and C together earn Rs.188 and B and C together earn Rs.152. The daily earning of C is?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 2

Daily Earning of A+B+C = Rs 300

  1. Daily Earning of A and C together = A + C = Rs 188 ... (1)

  2. Daily Earning of B and C together = B + C = Rs 152 ... (2)

 

Adding (1) and (2) we get A+B+2C = 188 + 152 = Rs 340

Therefore, Daily earning of C = 340 - 300 = Rs 40.

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APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 3

The wages of Santhosh and Revathi are in the ratio ratio 6:5. If the wages of each is increased by Rs.6000, the new ratio becomes 38:35. What is Revathi' s present salary?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 3

Let the original salary of Santhosh and Revathi be 6x and 5x respectively Then, (6x+6000) / (5x+6000) = 38/35 35(6x+6000) = 38(5x +6000)

210x +210000 = 190x + 228000 210x - 190x = 228000 - 210000 20x= 18000 X = 900

Revathi's present salary = 5x = 5*900 = Rs. 4500

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 4

Refer to the following graph related to the percentage of persons over 25 years of age and with more than 4 years college education living in country X.

What was the average percentage increase per year from 1970 to 1980?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 4

%age in year 1980 = 16.5. %age in year 1970 = 11%. Percentage increase = (16.5 - 11) 

Average % age increase over 10 years = 50/10 = 5% 

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 5

A, B and C can do a piece of work in 11 days, 20 days and 55 days respectively, working alone. How soon can the work be done if A is assisted by B on odd days and C on even days?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 5

(A+B)'s 1 day' s work = (1/11 + 1/20 ) = 31/220

(A+C)'s 1 day's work = ( 1/11 + 1/55) = 6/55

Work done in 2 days by them= ( 31/220 + 6/55) = 55/220 = %.

Therefore, Whole work will be done in 8 days

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 6

Directions 

A book is divided into 6 chapters. The following pie chart denotes the percentage of the total pages devoted to each chapter.

The central angle for Chapter 6 is x degrees more than that of chapter 5. The value of x is

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 6

Angle for Chapter 6 = (35/100) × 360° = 126°
Angle for Chapter 5 = (18/100) × 360° = 64.8°
Required difference = 61.2°

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 7

The ratio of the number of UG students and PG students in a college is 5:4. If 40% of the UG students and 50 % of the PG students are scholarship holders. What percentage of the students does not get the scholarship?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 7

Let UG students be = 5x and PG students be = 4x respectively

Number of those who do not get scholarship,

= 60% of 5x + 50% of 4x = (60/100*5x) + (50/100*4x)

= 300x/100+ 200x /100 = 3x + 2x = 5x

Required percentage = (5x/9x) *100 = 55.5%

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 8

A shopkeeper sells an article at 12.5% loss. If he sells it for Rs. 92.50 more, then he gains 6%. What is the cost price of the article ?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 8

Selling Price (S.P.) = Rs100 - Rs12.5 = Rs. 87.5

S.P. after 6% gain = Rs106 Difference = Rs.18.5

Therefore, Cost Price (C.P.) = (92.5/18.5) x 100 = Rs.500

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 9

By selling a pen at a profit of 60% a man got Rs 38 more than one third of its cost price. What is the cost price of pen?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 9

Let the cost price = x

Therefore selling price with 60% profit = 160/100 x =8/5 x

It is given that selling price is 38 more than one-third of cost price

(8/5) * x = x/3 + 38 (8/5 - 1/3) * x = 38 ((24 - 5)/15) * x = 38 x = 38 * 15/19 x = 30

Therefore, cost price = Rs 30

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 10

Ratio between two numbers is 3:2 and their difference is 25, then find the smaller number ?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 10

Given, the ratio of two numbers = 3 : 2 Let the two numbers be 3x and 2x

Given, their difference = 25

⇒ 3x - 2x = 25

⇒ x = 25

Smaller number = 2x = 2 * 25 = 50

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 11

4 men and 6 women complete a piece of work in 8 days while 3 men and 7 women complete it in 10 days. In how many days 10 women can finish the work?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 11

Let 1 man's 1 day work be x and 1 woman's 1 day work be y. then

4x+6 y= 1/8 ••• (1)

3x+7y = 1/10 •••(2)

Multiplying (1) by 3, (2) by 4 and subtracting, we get

10 y = (4/10- 3/8)

= (16-15)/40 = 1/40

⇒ y = 1/400

1 woman's 1 day work = 1/400

10 women's 1 day work = (1/400*10) = 1/40

Hence 10 women can finish the work in 40 days

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 12

Read the following passage and answer the item that follow. Your answer to this item should be based on the passage only.

The history of UN interventions on migration began with the initiation of the International Labour Organization (ILO) in 1919. Even though there have been several conventions and treaties to protect the rights of migrants and refugees over the years, major intervention by international agencies in managing migration occurred during the neo-liberal era, where short-term mobility of labour is important for global capital to thrive. To match the demand for low- and semi-skilled workers, agencies like the World Trade Organization (WTO) and the World Bank promoted business-friendly migration management approaches, while snubbing worker and migrant rights.

Q. Which of the following is the most logical and critical inference that can be drawn from the passage?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 12
The passage mentions that major intervention by international agencies in managing migration occurred during the neo-liberal era, where short-term mobility of labour is important for global capital to thrive. This suggests that option B is correct.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 13

A got twice as many marks in English as in Science. His total marks in English, Science and Mathematics is 180. If the ratio of his marks in English and Mathematics is 2 : 3, what is his marks in Science?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 13

English : Mathematics = 2:3

English : Science = 2:1

English : Mathematics : Science = 2:3:1

English + Mathematics + Science = 180

Marks in Science = (1/6)*180 = 30

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 14

The Christmas season, of course, is an appropriate time of year to reflect on busyness. The time between Christmas and New Year should be a time for reflection and relaxation, but is often stressed. Rather than taking time out after the busyness of Christmas preparations, many of us find ourselves in a whirlwind of sales shopping, sporting activities, or visiting friends or family. One form of busyness is replaced by another. Being busy has become so ubiquitous it has come to mean everything and nothing. As more people identify with the problem of busyness, some of us seek advice from time management experts about how to manage our busy lives. But data suggests that we are not as busy as we think we are. Social scientists who, specialise in researching every day time- use can compare trends in how we spend time from the 1960s onwards. The UK expert on time use, Jonathan Gershuny, claims that actual time spent in work has not increased since the 1960s - but what we mean by busyness has changed over time. In his view, busyness has become a badge of honour. There are a number of reasons for this change in definition. More women in the workforce mean that more households have to juggle both partners working with the demands of domestic routines. Meanwhile, social prestige is associated with being busy and, as we often experience at Christmas, leisure time has become more of an intensive experience.

What is/are the reason(s) for the change in the definition of busyness?

1. Social prestige is associated with being busy.

2. More women in the workforce

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 14

In the passage it is mentioned “. More women in the workforce mean that more households have to juggle both partners working with the demands of domestic routines. Meanwhile, social prestige is associated with being busy”.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 15

Two numbers are in the ratio 7:9. If 12 is subtracted from each of them, the ratio becomes 3:5. The product of the numbers is:

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 15

Given, ratio of two numbers = 7: 9 Let two numbers be 7x and 9x

If 12 is subtracted from each number, then new numbers are (7x -12) and (9x - 12)

It is given that (7x-12)/(9x-12) = 3/5

⇒ 5(7x - 12) = 3(9x - 12)

⇒ 35x - 60 = 27x - 36

⇒ 8x = 24 or x = 3

Product of the numbers = 7x * 9x = 7(3) * 9(3)

= 21 * 27 = 567

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 16

A, B and C jointly thought of engaging themselves in a business venture. It was agreed that A would invest Rs. 6500 for 6 months, B, Rs. 8400 for 5 months and C, Rs. 10,000 for 3 months. A wants to be the working member for which, he was to receive 5% of the profits. The profit earned was Rs. 7400. Calculate the share of B in the profit.

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 16

For managing, A received = 5% of Rs. 7400 = Rs. 370.
Balance = Rs. (7400 - 370) = Rs. 7030.
Ratio of their investments = (6500 x 6) : (8400 x 5) : (10000 x 3)
= 39000 : 42000 : 30000
= 13 : 14 : 10
∴ B's Share

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 17

A man buys an article for 20% less than its value and sells it for 20 % more than its value. What is his gain in percentage?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 17

Unconventional Method:

Let's assume actual value of article is Rs. 100.

Therefore, buying price is 100-20 = Rs. 80 (As man bought with 20% less than actual value). Selling price of article is 100 + 20 = Rs. 120 (As man sold with 20% more than actual value). Therefore, gain in percentage = [(120-80)/80] * 100 (40/80) * 100 = 50 %

Hence, option (a) is correct

Formula Method:

Let the original price of the article be 'x'.

Buying price will be (80/100)x = 0.8x.

Selling price will be (120/100)x = 1.2x Therefore, gain in percentage =(profit/buying price) * 100 [(1.2x-0.8x)/0.8 x]* 100 0.5x * 100 = 50 %

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 18

A truck covers a distance of 550 meters in 1 minute whereas a bus covers a distance of 33 kms in 45 minutes. The ratio of their speeds is:

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 18
  • Ratio of speeds = (550 m/60s * 18/5) : (60 * 33/45) = 33: 44 = 3: 4

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 19

9 kids can finish a bit of work in 360 days. 18 men can finish the same work of piece in 72 days and 12 ladies can finish it in 162 days. In how long can 4 men, 12 ladies and 10 kids together finish the bit of work?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 19

9×360 children = 18×72 men = 12×162 women

⇒ 45 children = 18 men

= 27 women

⇒ 5 children = 2 men = 3 women

Now, 4 men + 12 women + 10 children

= 4 men + 8 men + 4 men

= 16 men

∵ 18 men can complete the work in 72 days.

∴ 16 men can complete the work in =18×72/16 = 81 days

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 20

One half of a two digit number exceeds its one third by 6. What is the sum of the digits of the number?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 20

Let the given number be : x

It is given that x/2 - x/3 = 6

Or x/6 =6 or x =36

Therefore, sum of the digits 3+6 = 9

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 21

Ramya invested an amount of Rs.60000 to start a business . After 8 months, Bharathi joined her with an amount of Rs .30000. They earned profit Rs. 24500 after one year. What is Bharathi profit ?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 21

Ratio of capital invested by each partner.

i.e Ramya and Bharathi for one year in order to get same profit.

Ramya invested for 12 months whereas Bharathi invested for 4 months. Therefore,

= 12 * 60000 : 4 * 30000 = 720000 : 120000 = 6 : 1

Share of Bharathi out of Rs .24500 = 1/7 * 24500 = Rs. 3500

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 22

A train passes two persons walking in opposite directions to the train at a speed of 5 m/s and 10 m/s  and crosses them in 6 seconds and 5 seconds respectively. Find the length of the train?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 22

Let the speed of the train be 's' m/s.

Let the length of the train be 'x' meters.

Relative speed of train and the first person who is moving at the speed of 5 m/s in opposite direction = (s+5) m/s.

Therefore, total distance travelled (i.e length of train) 'x'= Relative speed X time

x = (s+5) * 6 …. ( Eq 1)

Relative speed of train and the second person who is moving at the speed of 10 m/s in opposite direction = (s+10) m/s

Therefore, total distance travelled (i.e length of train) 'x' = Relative speed X time

x = (s+10) * 5 …. (Eq 2)

Since length of the train is same in both the cases, if we equate the equation 1 and equation 2 we get

⇒ (s+5) * 6 = (s+10) * 5

⇒ 6s+30= 5s+50

⇒ 6s - 5s = 50 - 30

⇒ s = 20 m/s (i.e speed of the train)

Now, putting the value of speed of the train in equation 1 (we can put the value equation 2 as well) we get

Length of the train 'x' = (20+5) * 6

  • x = 25 * 6

  • x= 150

Therefore, length of the train is 150 meters.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 23

Two trains of lengths 150 m and 180 m respectively are running in opposite directions on parallel tracks. If their speed is 50 km/hour and 58 km/hour respectively. In how much time will they cross each other?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 23

Standard Formula: Suppose A and B are two objects with lengths L1 and L2 respectively, and their speeds are S1 and S2 respectively and moving in opposite direction, then

  • Crossing Time(Ct) = Length of the objects/ Relative speed of the object(s)

Thus, Ct= (L1+L2)/(S1 +S2)

By looking at the above problem, we can say that,

  • L1 = 150 m,

  • L2 = 180 m,

  • S1 = 50 km/hr

  • S2 = 58 km/hr

Relative speed= (S1+S2)= 108 km/hr or (108 * 5/18) m/s = 30 m/s.

Therefore, crossing time Ct= (L1+L2)/ Relative speed

Ct= (150 m+180 m)/ 30 m/s

Ct= 330 m / 30 m/s = 11 seconds

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 24

Study the following graph carefully to answer the questions given below it.
Production of Wheat (in Lakh tonnes) by three different countries America, Britain & Canada over the years

What is the difference (in Lakh tonnes) between the average production per year of the company with highest average production and that of the company with the lowest average production?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 24

Average production of A = 51.66

Average production of B = 43.33

Average production of C = 30.83

Difference of production = 51.66 – 30.83
⇒ 20.83

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 25

Directions for the following (one) item:

Read the following passage and answer the item that follow. Your answer to this item should be based on the passage only.

The impact of environmental disasters is immense but unequal. Houses in poorer areas will often be less stable, storm barriers may be weaker, sanitation is often a problem, emergency services will be poorly resourced - and preventing disease outbreaks may be hindered by the poor state of public health services.

Q. Which among the following is the most logical and essential message conveyed by the above passage?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 25

The focus of the passage is on bringing out how disasters unevenly impact the rich and poor. Hence C is the correct answer.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 26

Based on the following bar graph. (Number of Industrial Townships in 1978 is 160000)

Which was the first year when people were employed in private enterprises?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 26

Although we can definitely say that the people were employed in Private Enterprises after 1978 and before or in 1998, we do not have data prior to 1978 and intermediate years’ data. So, cannot be determined.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 27

A alone can do a piece of work in 6 days and B alone in 8 days. A and B undertook to do it for Rs.3200. With the help of C, they completed the work in 3 days. How much is to be paid to C?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 27
  • Work done by A in one day = 1/6.

  • Work done by B in one day = 1/8

  • Work done by C in one day = 1/3 - (1/6+1/8) = 1/3 -7/24 = (8-7)/24 = 1/24.

A's wage : B's wage : C's wage = 1/6 : 1/8 : 1/24 = 4: 3: 1

Therefore, C's share = (1/8) * 3200 = Rs 400.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 28

Refer to the following graph related to the percentage of persons over 25 years of age and with more than 4 years college education living in country X.

Q. If some other country had three times as many people of 25 and over in 1989 as the country X with the same number of persons completing 4 years of college or more, what percentage of that country’s people of 25 and over would complete college?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 28

If country X had 100 people over 25 in year 1989, then 21 were educated. The other country has 300 people over 25.
The number of educated is still 21.
So, as a %age that works out to 21/300 × 100 = 7%.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 29

Present ages of Sameer and Anand are in the ratio of 5:4 respectively. Three years hence, the ratio to their ages will become 11:9 respectively. What is Anand's present age in years ?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 29
Let the present ages of Sameer and Anand be 5x years and 4x years respectively.

Then (5x +3)/(4x+3)= 11/9

By solving the equation, we get x=6.

Therefore, Anand's present age= 4x= 24.

APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 30

Based on the following bar graph. (Number of Industrial Townships in 1978 is 160000)

If it is known that the total work force in India increases at a simple rate of 10% per annum, then by what per cent does the number of people employed in the Urban Collectives change?

Detailed Solution for APSC CCE Prelims (Paper 2) Mock Test - 6 - Question 30

Let total work force in 1978 be ‘n’. Then in 1998, it will be 
People employed in urban collectives in 1978 = 0.08n, in 1998 = 0.05 × 3n = 0.15n.

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